International audienceThe different forms of second order elasticity operators, in Mindlin's strain-gradient elasticity, are given for a bi-dimensional physical space. These different forms are obtained according to the different symmetry classes of a material media. Dimensional aspects are discussed together with observations made on the physical behavior of such a media
International audienceA stress gradient continuum theory is presented that fundamentally differs fro...
We discuss the particular class of strain-gradient elastic material models which we called the reduc...
AbstractMindlin, in his celebrated papers of Arch. Rat. Mech. Anal. 16, 51–78, 1964 and Int. J. Soli...
AbstractThe different forms of second order elasticity operators, in Mindlin’s strain-gradient elast...
International audienceIn the present paper spaces of fifth-order tensors involved in bidimensional s...
International audienceThe theory of first strain gradient elasticity (SGE) is widely used to model s...
International audienceIn the present paper, the simplest model of strain-gradient elasticity will be...
International audienceTo investigate complex physical phenomena, bi-dimensional models are often an ...
A two-dimensional solid consisting of a linear elastic isotropic material is considered in this pape...
International audienceIn the perspective of homogenization theory, strain-gradient elasticity is a s...
International audienceA computational homogenization method to determine the effective parameters of...
In the perspective of homogenization theory, strain-gradient elasticity is a strategy to describe th...
International audienceWe consider in this paper analytical solutions for some remarkable cases and f...
Abstract We derive the Green tensor of Mindlin’s anisotropic first strain gradient elasticity. The G...
Using an unified approach based on the local material symmetry group introduced for general first- a...
International audienceA stress gradient continuum theory is presented that fundamentally differs fro...
We discuss the particular class of strain-gradient elastic material models which we called the reduc...
AbstractMindlin, in his celebrated papers of Arch. Rat. Mech. Anal. 16, 51–78, 1964 and Int. J. Soli...
AbstractThe different forms of second order elasticity operators, in Mindlin’s strain-gradient elast...
International audienceIn the present paper spaces of fifth-order tensors involved in bidimensional s...
International audienceThe theory of first strain gradient elasticity (SGE) is widely used to model s...
International audienceIn the present paper, the simplest model of strain-gradient elasticity will be...
International audienceTo investigate complex physical phenomena, bi-dimensional models are often an ...
A two-dimensional solid consisting of a linear elastic isotropic material is considered in this pape...
International audienceIn the perspective of homogenization theory, strain-gradient elasticity is a s...
International audienceA computational homogenization method to determine the effective parameters of...
In the perspective of homogenization theory, strain-gradient elasticity is a strategy to describe th...
International audienceWe consider in this paper analytical solutions for some remarkable cases and f...
Abstract We derive the Green tensor of Mindlin’s anisotropic first strain gradient elasticity. The G...
Using an unified approach based on the local material symmetry group introduced for general first- a...
International audienceA stress gradient continuum theory is presented that fundamentally differs fro...
We discuss the particular class of strain-gradient elastic material models which we called the reduc...
AbstractMindlin, in his celebrated papers of Arch. Rat. Mech. Anal. 16, 51–78, 1964 and Int. J. Soli...